how do graph this equation: (x+3)^2=10(y-1)
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FIrst, you want to simplify the equation.
I don't know how to do that.
Okay, it's easy! \[(x+3)^2=10(y-1)\] Multiple 10 by y and - 1 Then put x to the 2nd power and put 3 to the 2nd power.
So x^2+9=10y-10?
Correct! Now tell me a bit about the lesson. Are you studying linear graphs or parabolas?
Awesome! I am studying "Conic Sections". That is the name of the lesson.
Okay, the equation graphed looks something like this. (Forgive my bad drawing. Lol) |dw:1365877931194:dw|
So would the line of symmetry be the x axis? (the question asks for the line of symmetry)
The line of syemtry is the axis, yes!
Awesome! Thanks!
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